postulate 19.6 Newton's first law

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postulate 19.6: Newton's first law19.6definition 18.8: Inertial frame of reference18.8definition 19.5: Linear momentum19.5phenomenon 19.7: Persistence of uniform motion19.7postulate 19.19: Newton's first law, rotational case19.19postulate 19.8: Newton's second law19.8proposition 19.20: For one particle the rotational first law is not independent19.20definition 18.7: Frame of reference18.7definition 18.6: Free particle18.6definition 27.16: Areal velocity27.16definition 18.18: Galilean transformation18.18phenomenon 18.17: Uniform motion is undetectable from within18.17postulate 19.1: Inertia19.1definition 18.10: Velocity18.10definition 19.3: Mass19.3definition 27.2: Translational equilibrium27.2definition 19.18: Angular momentum19.18definition 19.51: Linear momentum of the centre of mass19.51equation 19.1: eq:newt-momentum19.1proof : ch:02-newtonian-dynamics@proof-1proofphenomenon 19.21: Equal areas in equal times19.21proposition 20.13: Eastward deflection of a body dropped from rest20.13definition 19.30: Conservative force and potential energy19.30definition 19.34: Work19.34phenomenon 49.16: Pulsars: clocks at nuclear density49.16phenomenon 42.1: Universality of free fall42.1phenomenon 19.10: Force, mass and acceleration19.10postulate 19.22: Newton's second law, rotational case19.22postulate 19.48: Newton's third law19.48theorem 20.2: Parabolic trajectory20.2theorem 29.51: Equation of motion in a rotating frame29.51proof : ch:02-newtonian-dynamics@proof-5proof

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depends_on Inertial frame of reference declared parts/03-classical-mechanics/02-newtonian-dynamics.tex:115
depends_on Linear momentum declared parts/03-classical-mechanics/02-newtonian-dynamics.tex:115
depends_on Persistence of uniform motion declared parts/03-classical-mechanics/02-newtonian-dynamics.tex:129
depends_on Newton's first law, rotational case declared parts/03-classical-mechanics/02-newtonian-dynamics.tex:494
depends_on Newton's second law declared parts/03-classical-mechanics/02-newtonian-dynamics.tex:161
depends_on For one particle the rotational first law is not independent declared parts/03-classical-mechanics/02-newtonian-dynamics.tex:504